Answer:
You can find your answer in attached document.
Explanation:
Answer: 20.99
Explanation:
The optimal bison-killing tax is 20.99
Before the optimal bison-killing tax (per bison) is gotten, we had to calculate the optimum amount of killing first which is represented by b.
After b has been gotten, the value of b was 19.1 and this was slotted into the tax in order to get the value of t.
The analysis and explanation has been attached below
Answer:
Equilibrium quantity: 145
Equilibrium price: $140
Explanation:
In order to find the answer, first we determine the current difference between quantity supplied and quantity demanded.
Quantity supplied - quantity demanded = difference
125 - 165 = -40
So we have a shortage of -40 units.
We have the information that a $1 increase in price increases supply by 2, and decreases demand by 2. Thus, in order to close the shortage, we need a $10 price increase, because this will raise supply by 20 units, and lower demand by 20 units as well, bringing the 40 gap to 0.
For this reason, the equilibrium quantity is 145 units, and the equilibrium price is $140.
Answer:
The lip gloss shop
Explanation:
Because a trend last for a short amount of time meaning you have to restock on so many new products all the time wasting more and more money, as to the lip glosses all colors can be sold or always be in style.
Answer:
Allocated MOH= $180,000
Explanation:
Giving the following information:
Manufacturing overhead is applied to jobs based on direct labor costs using a predetermined overhead rate.
The estimated manufacturing overhead costs are $360,000 and direct labor costs $400,000.
First, we need to calculate the MOH rate:
Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base
Estimated manufacturing overhead rate= 360000/400000= $0.9 per direct labor dollar.
The actual manufacturing labor costs for job 3 are $200,000.
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH= 0.9*200000= $180,000